: The traditional "doctrinal" approach to interpreting Plato's dialogues has been criticized in recent literature on grounds that it can neither account for the structural complexities of the dialogues nor resolve conflicts within or between dialogues. Accordingly, a non-doctrinal, dramatic approach has been offered in its place. In response to this literature, I argue that, though the doctrinal approach is flawed, the non-doctrinal, dramatic approach does not provide a viable alternative. Instead, I offer a revised doctrinal approach based upon Socrates' (...) discussion of "summoners" in Republic 522e–525a and supported by the Meno. (shrink)

This interpretive introduction provides unique insight into Plato's Republic. Stressing Plato's desire to stimulate philosophical thinking in his readers, Julia Annas here demonstrates the coherence of his main moral argument on the nature of justice, and expounds related concepts of education, human motivation, knowledge and understanding. In a clear systematic fashion, this book shows that modern moral philosophy still has much to learn from Plato's attempt to move the focus from questions of what acts the just person ought to perform (...) to the more profound questions of what sort of person the just person ought to be. (shrink)

This short study was written in 1925 as part of the course of lectures on Plato's Republic.

"A complete and unified account of Plato's epistemology... scholarly, historically sensitive, and philosophically sophisticated. Above all it is sensible.... White's strength is that he places Plato's preoccupation in careful historical perspective, without belittling the intrinsic difficulties of the problems he tackled.... White's project is to find a continuous argument running through Plato's various attacks on epistemological problems. No summary can do justice to his remarkable success." --Ronald B. De Sousa, University of Toronto, in Phoenix.

Putnam discusses each of the fifteen odes found in the book, studying the work both as a whole and as a series of interactive units.

In 1962 I offered an analysis of the Line and Cave which maintained that the four main divisions of each are parallel and interpreted the three stages of ascent in the Cave allegory as representing the three stages in Plato's educational programme: music and gymnastic, mathematics and dialectic. At that time a major portion of my task was to counter arguments which purported to show that the Line and Cave could not be parallel. The present situation is quite different since (...) recent writers, for the most part, not only take the four main divisions of the Cave as parallel to those of the Line, but also accept the restriction of the Cave allegory to moral and mathematical education as a crucial step in the establishing of this fact. This last move, which is clearly in harmony with the form and content of the Republic, enables us to allow for the ordinary unenlightened man to be at the bottom level of the Cave without our having to suggest that he confuses the shadows of visual objects with their originals, which could well be the case if the Cave were taken to represent all sense perception as such. Despite fairly general agreement on these basic points of interpretation there remains, however, a wide divergence of opinion as to the significance of the various levels of education or moral awareness portrayed by the Cave. In keeping with several recent papers on this topic I shall focus my attention on the bottom two stages of this allegory: the state of the prisoners viewing shadows on the cave wall and that of the released prisoners, still in the cave, but turned around and looking at the puppets which cast these shadows. (shrink)

This long-awaited study of the most enigmatic figure of Greek philosophy reclaims Socrates' ground-breaking originality. Written by a leading historian of Greek thought, it argues for a Socrates who, though long overshadowed by his successors Plato and Aristotle, marked the true turning point in Greek philosophy, religion and ethics. The quest for the historical figure focuses on the Socrates of Plato's earlier dialogues, setting him in sharp contrast to that other Socrates of later dialogues, where he is used as a (...) mouthpiece for Plato's often anti-Socratic doctrine. At the heart of the book is the paradoxical nature of Socratic thought. But the paradoxes are explained, not explained away. The book highlights the tensions in the Socratic search for the answer to the question 'How should we live?' Conceived as a divine mandate, the search is carried out through elenctic argument, and dominated by an uncompromising rationalism. The magnetic quality of Socrates' personality is allowed to emerge throughout the book. Clearly and forcefully written, philosophically sophisticated but entirely accessible to non-specialists, this book will be of major importance and interest to all those studying ancient philosophy and the history of Western thought. (shrink)

This volume provides a comprehensive, learned and lively presentation of the whole range of Plato’s thought but with a particular emphasis upon how Plato developed his metaphysics with a view to supporting his deepest educational convictions. The author explores the relation of Plato’s metaphysics to the epistemological, ethical and political aspects of Plato’s theory of education and shows how Plato’s basic positions bear directly on the most fundamental questions faced by contemporary education.

CHAPTER Introduction One cannot hope to discuss Plato's philosophy of education without discussing also Socrates'. A neat separation between master and ...

Anyone who has read Plato’s Republic knows it has a lot to say about mathematics. But why? I shall not be satisfied with the answer that the future rulers of the ideal city are to be educated in mathematics, so Plato is bound to give some space to the subject. I want to know why the rulers are to be educated in mathematics. More pointedly, why are they required to study so much mathematics, for so long?

Mugler maintains that interpreters have been mistaken in drawing from the pedagogical plan of Republic VII any general conclusion concerning the relative position which Plato assigned to philosophical speculation and mathematics, that in Plato's own intellectual experience the relation of the two was the reverse of that assigned to them there, mathematics being more often the end of metaphysical reflection than its point of departure, and that he recommended mathematical study to his pupils not merely as a propaedeutic for dialectic (...) but primarily because from his own experience he believed that subsequent philosophical meditation upon the fund of knowledge thus acquired would often lead to mathematical discoveries. Mugler does not say how this thesis is to be reconciled with the fact that at the end of the Laws dialectic is still declared to be the supreme science and that in such a late passage as Philebus 57 D ff. as well as in an early one like Euthydemus 290 C, neither of which is "pedagogical," the supremacy of dialectic and its priority to mathematics are affirmed as emphatically as in Republic VII; he simply says that a close interpretation of the "metaphysical" dialogues and the Timaeus will substantiate his contention, and it is therefore necessary to examine his interpretation in detail. (shrink)

The "divided line" passage seems to compare the four states of the soul and their objects to the four segments of a line, somewhat as follows.

At 435c-d and 504b ff., Socrates indicates that there is a "longer and fuller way" that one must take in order to get "the best possible view" of the soul and its virtues. But Plato does not have him take this "longer way." Instead Socrates restricts himself to an indirect indication of its goals by his images of sun, line, and cave and to a programmatic outline of its first phase, the five mathematical studies. Doesn't this pointed restraint function as (...) a provocation, moving us to want to begin the "longer way" and to make use of its conceptual resources to rethink Socrates' images? I begin by finding a double movement in the complex trajectory of the five studies: they both guide the soul in the "turn away from what is coming to be ... [to] what is" (518c) and, at the same time, lead the soul back, albeit in the medium of pure intelligibility, to the sensible world; for the pure figures and ratios that they disclose constitute the core structures of sensible things. I then draw on what Socrates says about geometry and harmonics to address three fundamental questions that he leaves open: the nature of the Good in its responsibility for truth and for the being of the forms; the relations of forms, mathematicals, and sensibles as these are disclosed by dialectic; and the bearing of the philosopher's discovery of the Good on his disposition towards his community and the task of ruling. I close by marking six sets of further questions that these reflections bequeath for dialogues to come. (shrink)